1. The problem statement, all variables and given/known data Using convolution theorem for Laplace theorem,, show that 2. Relevant equations inverse Laplace transform (1/(S^3/2*(s-1)) = (2*e^t)/Pi^1/2 intregral (from 0 to t) e^-x*x^1/2dx. 3. The attempt at a solution The inverse Laplace above is a product of 1/s^3/2 and 1/(s-1) and both terms are the Laplace transform of 2/Pi^1/2*t^1/2 and e^t respectively. changing variable t = u gives:2/Pi^1/2*u^1/2 and e^u using convolution: integral (from 0 to infinity) e^-st integral (from 0 to t) (2/Pi^1/2*u^1/2 )(e^u)du dt. I dont know how to go about with the integral from here onwards..Help!